Algebra 2 Online

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Multiplying Rational Expressions Learn about multiplying rational expressions concept. A rational expression is a polynomial term which in the form of fraction. It may be any type of polynomial such as monomial, trinomial and binomial. For multiplication of rational expression is same as normal multiplication of fractions. A rational expression has a polynomial in both numerator or only in denominator. We are going to see the steps for multiplication of rational expressions. Example :Steps to Multiplying Rational Expressions Below are the steps to multiplying rational expressions Step 1 :-

First do the multiplication of numerators of the rational expressions. If possible, factor the obtained result. Step 2: Do the multiplication of denominators of rational expression and if possible factor the resultant value. Step 3: Now write the result by writing fraction which has above two answers. The final answer is again simplified if possible.